非平衡态热力学
热流密度
热导率
分子动力学
温度梯度
周期边界条件
统计物理学
简单(哲学)
边值问题
动量(技术分析)
热的
机械
物理
传热
热力学
哲学
认识论
财务
量子力学
经济
摘要
A nonequilibrium molecular dynamics method for calculating the thermal conductivity is presented. It reverses the usual cause and effect picture. The “effect,” the heat flux, is imposed on the system and the “cause,” the temperature gradient is obtained from the simulation. Besides being very simple to implement, the scheme offers several advantages such as compatibility with periodic boundary conditions, conservation of total energy and total linear momentum, and the sampling of a rapidly converging quantity (temperature gradient) rather than a slowly converging one (heat flux). The scheme is tested on the Lennard-Jones fluid.
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